Research Area: PHYS-02/A - Fisica Teorica delle Interazioni Fondamentali, Modelli, Metodi Matematici e Applicazioni
Research activities
My research work is mainly focused on the study of gauge theories, investigated by means of Monte Carlo lattice simulations. The final goal is a better understanding of the non-perturbative physics of these theories, which include four dimensional Yang-Mills theories and QCD, but also lower dimensional models. Typical phenomena investigated are color confinement, theta-dependence and critical properties of these models at phase transitions.
Recent publications
- Charged critical behavior and nonperturbative continuum limit of three-dimensional lattice SU(Nc) gauge Higgs models [2024]
- Deconfinement transitions in three-dimensional compact lattice Abelian Higgs models with multiple-charge scalar fields [2024]
- Diverse universality classes of the topological deconfinement transitions of three-dimensional noncompact lattice Abelian Higgs models [2024]
- Strong-coupling critical behavior in three-dimensional lattice Abelian gauge models with charged N-component scalar fields and SO(N) symmetry [2024]
- The θ-dependence of the Yang-Mills spectrum from analytic continuation [2024]